The new bachelor’s degree brings together essential elements of both mathematics and computing training and includes the applications of mathematical theories relevant to computing and data, as well ...

Numerical and Computational Mathematics is a discipline dedicated to the development and analysis of algorithms that provide approximate solutions to mathematical problems too complex for exact ...

The demand for a professional labor force skilled in data analysis and statistical methods, alongside scientific computation and other applied mathematics techniques, and has grown tremendously over ...

A team of Ghanaian and South African mathematicians has earned global recognition for developing the Approximate Analytical Method, a novel approach that improves solutions to complex fluid dynamics ...

Learn how to formulate, solve and analyze real-world problems. As an Applied Mathematics and Statistics major, you will learn how to apply mathematics to solve problems in fields such as business, ...

With an applied physics: computational degree, you’ll gain specialized expertise in mathematical modeling, simulation, and data analysis, preparing you for careers in technology and research. Become ...

Familiarity with linear algebra is expected. In addition, students should have taken a proof-based course such as CS 212 or Math 300. Tensors, or multiindexed arrays, generalize matrices (two ...

Bernice Asantewaa Kyere on modeling that immediately caught my attention. The paper titled “A Critical Examination of Transformational Leadership in Implementing Flipped Classrooms for Mathematics ...

Researchers from Kyushu University have developed an innovative computational method, called ddHodge, that can reconstruct ...